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)
| Product Number | 2717-5-01 |
| Synonyms | 1-(4-tert-Butylphenyl)-4-chlorobutan-1-one; 4'-tert-Butyl-4-chlorobutyrophenone |
| CAS | 43076-61-5 |
| MDL Number | MFCD00018996 |
| Molecular Formula | C14H19ClO |
| Molecular Weight | 238.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2717-5-01
CAS: 43076-61-5
Molecule Weight: 238.76
Formula: C14H19ClO
PN: 2716-5-0C
CAS: 1429309-23-8
Molecule Weight: 238.71
Formula: C13H15ClO2
PN: 2717-1-42
CAS: 71209-71-7
Molecule Weight: 190.286
Formula: C13H18O
PN: 2717-1-0D
CAS: 6921-45-5
Molecule Weight: 160.216
Formula: C11H12O
![Methyl 2-[4-(4-chlorobutanoyl)phenyl]-2-methylpropanoate](data:image/png;base64,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)
PN: 2629-5-28
CAS: 154477-54-0
Molecule Weight: 282.76
Formula: C15H19ClO3
PN: 2717-1-87
CAS: 681215-86-1
Molecule Weight: 190.286
Formula: C13H18O
Melting Point: 47-49 ℃
Boiling Point: 152-155 ℃
DOT/IATA/IMDG: UN 3077 - HC 9 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000
EINECS: 256-077-8
